thermoelectric properties on ge si1−xgex superlattices

... Effect of time of heatsetting on the tensile Extension EM [%] in Weft direction of knitted Ingeo™ Poly (lactic acid) [PLA] Figure 5. Mean [Ā] of effect of time of heatsetting on the tensile ... Effect of time of heatsetting on the linearity of load extension in weft direction of knitted Ingeo™ Poly (lactic acid) Figure 8. Mean effect of time of heatsetting on the linearity of load ... Figure 9. Effect of time of heatsetting on tensile energy WT g.cm/cm2 in warp direction of knitted Ingeo Poly (lactic acid) fabric Figure 10. Effect of time of heatsetting on tensile energy...

... FePt nanoparticles (700°C/1 h). VNU Journal of Science, Mathematics - Physics 25 (2009) 1-7 1 Effect of the preparation conditions on the properties of Fe-Pt nanoparticles produced by sonoelectrodeposition ... cathode. The composition of Fe-Pt particles can be controlled by changing the concentration of Fe and Pt ions in the electrolyte and the deposition voltage. The particle size can be adjusted by the ... composition of the Fe-Pt nanoparticles was controlled by adjusting the current density (corresponding to the applied voltage). When the current density of 15 – 20 mA/cm2, the composition of nanoparticles...

... in the saturation magnetization of Ni- ferrite which may be due to the substitution of Ni2+ ions by Co2+ on the octahedral sties. Therefore, the increasing Co2+ concentration (x) on the ... it was the increasing of HC. The increasing of HC proved that the soft magnetic property of ferrite NiFe2O4 changed to the hard magnetic property of ferrite CoFe2O4. Ni-Co ferrite ... of several tens percent of HC and the last one whereas can only reach several hundreds of gauss. Thus, the increasing of Co-concentration led to the increasing of anisotropy property of ferrites...

... Journal of Science, Mathematics - Physics 23 (2007) 99-104 99 Study on Monte-Carlo calculation of peak efficiencies of the superpure Hp Ge detector (Gmx) in environmental gamma spectrometry with ... and the detector s active part. Concerning the applications of environmental gamma spectrometry, in this paper, we consider the modeling of peak efficiencies of the hyperpure HP Ge detector (GMX) ... hyperpure HP Ge detector (GMX) based on MCNP4C2 we need to provide an input file containing the information involved to the cross-section library and the description of the physical geometry of the...

... around the interface somehowcorrelates with the composition of the core–shell nanowire.These aspects are reflected in the averaged bond lengths of Si Si, Ge Ge and Si Ge varying with the composition ... size -dependent band gaps of Ge- core /Si- shell and Si- core /Ge- shell nanowires at the level of density functional theory, where the composition is definedas the ratio of the number of atoms of the ... bond lengths of Si Si, Si Ge and Ge Ge in (a) Si- core /Ge- shell and (b) Si- core /Ge- shell nanowires as afunction of composition. X.W. Liu et al. / Physica E 40 (2008) 3042–3048 3047 Physica E 40...

... of the elongated islands by simply re-placing the (1 5 9)/(5 1 9) facets with the (1 7 11 )/(7 1 11) at an angle of 19 ° with respect to the Fig. 3. STM images of Ge island growth on Si (1 1 3) ... lengthgrowth of the islands is dominant in the formation of ‘‘nanowires’’ along the ẵ3322 direction. The compressive stress in a at Ge lm on Si (1 1 3) along ẵ3322 is 9% larger than it is alongẵ 11 10 ... islands along their elongationdirection while the formation of dot-like islands at the elongated island end of the ½33332 directionimplies that relaxation of the islands is easier alongthe...

... x = 0.14 x = 0.12x = 0.15 Fig.1. The X-ray diffraction patterns of La(Fe1-xSix)13 compounds. Fig. 1 shows the XRD patterns of the La(Fe1-xSix)13 (x = 0.12, 0.14 and 0.15) compounds. ... ferromagnetic and paramagnetic states is 27 % and 18% for x = 0.12 and 0.14, respectively. Finally, the thermal conductivity (κ) of La(Fe1-xSix)13 (x = 0.12, 0.14 and 0.15) compounds is ... dependence of the thermopower of La(Fe1-xSix)13 compounds. Fig. 3 shows the temperature dependence of the thermopower (α) in the La(Fe1-xSix)13 (x = 0.12, 0.14 and 0.15) compounds. ...

... Letterdx.doi.org/10.1021/nl202935k | Nano Lett. 2012, 12, 56−6057 Rational Synthesis of Ultrathin n- Type Bi2Te3 Nanowires with Enhanced Thermoelectric Properties Genqiang Zhang,†Benjamin Kirk,Luis ... Jauregui,Đ,Haoran Yang,Xianfan Xu,Yong P. Chen,Đ,,and Yue Wu*,School of Chemical Engineering,School of Mechanical Engineering,ĐSchool of Electrical and Computer Engineering,BirckNanotechnology ... sharpenhancement of electron density of states due to quantumconfinement and the significant reduction of thermalconductivity due to increased surface/interface scattering of phonons.6−8Notably,...

... diameter/grain size in our ultrathin nanowires. Thenegative sign of the Seebeck coefficient shown in Figure 3Bindicates that our Te-rich Bi2Te3 ultrathin nanowires are n- type thermoelectric ... Third, different fromsingle crystalline nature of Te nanowires, the final Bi2Te3 nanowires clearly exhibit multiple crystalline domains with many dislocations, as shown in the inset of Figure ... two-stepsolution phase reaction in which we grow ultrathin Te nanowires first and then perform a diffusion reaction to diffuseBi into the Te nanowire templates to form the compound nanowires. For the synthesis...

... 6:548http://www.nanoscalereslett.com/content/6/1/548Page 4 of 5 NANO EXPRESS Open Access Thermoelectric properties of Ca0.8Dy0.2MnO3 synthesized by solution combustion processKyeongsoon Park*and Ga ... 38:859-867.doi:10.1186/1556-276X-6-548Cite this article as: Park and Lee: Thermoelectric properties of Ca0.8Dy0.2MnO3 synthesized by solution combustion process. NanoscaleResearch Letters 2011 6:548.Submit ... toimprove the thermoelectric performance. Therefore, inthis study, to improve the thermoelectric properties, nano-sized Ca0.8Dy0.2MnO3powders were synthesized by the solution combustion process....

... profound impact on the conductivity. As an example of the extreme sensitivity of the con-ductivity of SiNMs to surface chemical condition, wedescribe in this paper t he replacement of the surface oxide ... complete passivation of surface states by H (including the “ poisoning of the clean -surface bands produced by the 2 ì 1 reconstruction)[2,3]. If one adopts this model, then the evolution of sheetresistance ... electronic properties of nanometer-scale silicon membranes in silicon -on- insulator. PhD thesis University of Wisconsin-Madison, Physics; 2006.20. Boland JJ: Structure of the H-saturated Si(001) surface. ...

... analysis, and drafted the manuscript. LS and PB conceived of the study. HA, ES, LA, and LS participated in the analysis and in the production of a final version of themanuscript. All authors read and ... of states and total energies for the SL with n=10. (a) Total density of states (in black) and project density of states (ingray) for the Cr–3d. (b) Total energies for the non magnetic (NM) and ... carriers.AbbreviationsAFM: anti-ferromagnetic; FM: ferromagnetic; GGA-PBE: generalized gradientapproximation and the Perdew, Burke, and Ernzerhof; NM: non -magnetic; PDOS: projected density of states; SL: superlattice;...

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 Interfacial Properties on the Submicrometer Scale In Interfacial Properties on the Submicrometer Scale; Frommer, J., et al.; ACS Symposium ... perpendicular to the mask edge. The interfacial morphology is believed to result from a destabilization and pinning of the film during the conversion fromnonpolar organosilane to polar silicon ... is gratefully acknowledged. In Interfacial Properties on the Submicrometer Scale; Frommer, J., et al.; ACS Symposium Series; American Chemical Society: Washington, DC, 2000. ...

... interactions between metastatic tumor cells and the liver with a consequence of altering the formation of liver metastases. In addition, the hepatic endothelial adhesive and cytotoxic functions are ... structural influences on the hepatic endothelial regulatory functions, and the effects of these functions on the formation of liver cancer metastases. New insights into the traditional cancer metastatic ... [16]. On one hand, upregulation of the expression of particular adhesion molecules is con-sidered to lead to the increased tumor cell binding and stimulation of angiogenesis, and on the other hand,endothelial...

... three conduction types produced by a) thermionicemission, b) thermionic/field emission and c) field emission [6]. . . . . . . . 323.8 Elastic accommodation of a cell with larger lattice constant ... . 1196.4 Conclusions . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 1237 Thermoelectric Characterisation in the cross-plane direction for n -Ge/ Si0.3 Ge 0.7 Superlattices ... Dobson, S. Cecchi,J. Frigerio, F. Isa, D. Chrastina, G. Isella, T. Etzelstorfer, J. Stangl and E. Mller Gubler,”Prospects for SiGe thermoelectric generators”, 14thInternational Conference on...